%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ryszard_parkitny
2023-06-21T14:32:06+02:00
2023-06-21T14:32:06+02:00
2023-06-21T14:32:06+02:00
Adobe Illustrator 27.0 (Windows)
152
256
JPEG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:d1b27fd6-5633-4558-8c21-02c06ff6df52
xmp.did:2c962672-274f-3746-b0c8-dc61bca52324
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:329d7291-c62d-460a-a8d4-16a0bc7a1d81
xmp.did:2079e37c-bd0b-944b-87a0-cce511731426
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
EmbedByReference
C:\Users\anzbu\Desktop\практика\as_logo (1) (1).png
0
0
C:\Users\anzbu\Desktop\практика\as_logo (1) (1).png
0
0
saved
xmp.iid:2c962672-274f-3746-b0c8-dc61bca52324
2023-06-21T14:32:03+02:00
Adobe Illustrator 27.0 (Windows)
/
Print
Adobe Illustrator
False
True
1
209.999994
360.000000
Millimeters
Cyan
Magenta
Yellow
Black
Группа образцов по умолчанию
0
Белый
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Черный
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK красный
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK желтый
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK зеленый
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK голубой
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK синий
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK пурпурный
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=70 M=50 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Оттенки серого
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Яркость
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 16.07
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 595.276 1020.47]/Type/Page/PieceInfo<>>>
endobj
8 0 obj
<>stream
HWˮ\;W)bbD"t%֪*{0Drڵ?}[~˷QGW_re#,KV-vE*K[u-u=?__3hNskfMK*(%M\?_}_kju^Ϊ26&%ˣĒ{#2x!l9-' ~##j,j*FJBy1OZ@UV[l:[a 9w$e4ț
iח*Ǘ昸±1ŏwFt__k@PTW
Ek
,m1+TWS.Ը
rbZr-`t"CJZ]_ԫf&
!5'LZ,^χ@U,##eΙH):*Q->b[AE(aI2a+i!TGpr}rRiGٜk$ԭD
2t=>8XRFKCwވ 2j!v 䄑Onه[9lAH2Tom=a_Ūeڇjn-Þt(8Aڍqոj3T?aׂ~/0.4$l݉[aaWK*5(,(,}FN!L?;y5w Vx羷/T܊6[:6Cg%^Ys.
ΖsV&AqZ4eUlhHB